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__Practicing Percentage for Aptitude Test: Tricks and Shortcuts__

**Quantitative Aptitude** is an important section in almost all competitive exams. It helps to determine the candidate’s ability to deal with the numbers and process them with higher accuracy. So many topics are covered in this section; however, here we are going to talk about Percentage; one of the high scoring parts in any quantitative aptitude exam.

A wide range of questions in percentage category is related to the successive change in the percentage of change of percentage. Let us consider a general example “In an electronics shop, price of a refrigerator is marked at $1000, it was discounted at 20% on Christmas eve and then further discounted by 30% on New Year eve. Calculate the price of the refrigerator at present?” Here, candidates need to calculate the successive change in percentage to determine the final discounted price of the commodity.

Although, most of the questions in the percentage section use to be quite simple and easier to solve; those who are afraid of mathematics may find them little difficult to solve. Don’t worry! Below we have highlighted a few tips, concepts, and tricks to solve percentage related problem in **aptitude test questions**.

__Solving percentage related problems in career aptitude test:__

In general terms, percentage means calculating something “out of one hundred” or in simple words “per hundred.” It is the basic technique of representing a part-to-whole relationship that is a useful mathematical expression to calculate how many portions or parts one has obtained out of the whole thing. For example, two glasses of water out of whole 8 glasses can be represented as 2/8; while making calculation out of 100, it can be written as 25/100 or 25%.

Percentage allows us to express the part to the whole relationship in the form of a whole number without using the decimal number system. For instance, when we say “30% of students”, it means 30 out of every 100 students. If we talk about decimal form, it can be written as 0.25, and this fraction is also equivalent to 25/100. In simple terms, all these forms of expression represent the same piece of information.

__Things to know:__

*Percentage and Conversion type problems:*In order to solve questions that are in the format of “What is x% of y?” Now, in order to solve this problem, first of all, each symbol or world of this sentence must be translated into mathematical terms. Here, “what” represents a variable; for example, x. The verb “is, was or are” always represent the equal sign. For the percentage symbol, the fraction must be written with respect to 100. Finally, the “of” word represent multiplication.

*Percent change type of problems:*Percent decrease or increase is the best method to represent a change in some given number. Note that, in this case, we are focusing on a single change; in case of multiple changes, we need to work on a continuous percentage change concept. Percentage increase represents the percentage in which the original number increases whereas in case of a decrease in percentage, the original number decreases.

Candidates preparing for following competitive exams can utilize Aptitude section to improve their skills.

- Bank Competitive Exam
- MPSC Competitive Exams
- SSC Competitive Exams
- L.I.C/ G. I.C Competitive Exams
- Railway Competitive Exam
- University Grants Commission (UGC)
- NET/ SET Competitive Exam
- Common Aptitude Test (CAT)
- Career Aptitude Test (IT Companies)

These questions are useful if you're looking for MCQs for Percentage, mcq question for Percentage, Percentage question bank, Percentage previous question papers, Percentage sample questions etc.

gopract.com has over 200 MCQs with past Percentage questions and answers in a Percentage quiz. You can take the Percentage MCQ online test for free.

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